On the complex valued metric-like spaces
A Hosseini, MM Karizaki - arXiv preprint arXiv:2209.06551, 2022 - arxiv.org
arXiv preprint arXiv:2209.06551, 2022•arxiv.org
The main purpose of this paper is to study complex valued metric-like spaces as an
extension of metric-like spaces, complex valued partial metric spaces, partial metric spaces,
complex valued metric spaces and metric spaces. In this article, the concepts such as quasi-
equal points, completely separate points, convergence of a sequence, Cauchy sequence,
cluster points and complex diameter of a set are defined in a complex valued metric-like
space.
extension of metric-like spaces, complex valued partial metric spaces, partial metric spaces,
complex valued metric spaces and metric spaces. In this article, the concepts such as quasi-
equal points, completely separate points, convergence of a sequence, Cauchy sequence,
cluster points and complex diameter of a set are defined in a complex valued metric-like
space.
The main purpose of this paper is to study complex valued metric-like spaces as an extension of metric-like spaces, complex valued partial metric spaces, partial metric spaces, complex valued metric spaces and metric spaces. In this article, the concepts such as quasi-equal points, completely separate points, convergence of a sequence, Cauchy sequence, cluster points and complex diameter of a set are defined in a complex valued metric-like space.
arxiv.org